Using Eqs. (REF ) and (REF ),
we proceed now to fit two sets of \(D^0\bar{D}^{*0}\)  data and two of \(J/\Psi \pi ^+\pi ^-\) 
data. The two sets of \(D^0\bar{D}^{*0}\)  data are:
\(B^+\rightarrow XK^+\rightarrow D^0\bar{D}^{*0}K^+\) 
from BELLE [1]} and the
\(B^+\rightarrow XK^+\rightarrow D^0\bar{D}^{*0}K^+\) 
from BABAR [2]}. The \(D^{*0}\)  and \(\bar{D}^{*0}\) 
are reconstructed from \(D^0 \pi ^0, D^0\gamma \)  and \(\bar{D}^0\pi ^0, \bar{D}^0\gamma \) , respectively. We perform our fits from
the \(D^0\bar{D}^{*0}\)  threshold up to \(\sqrt{s}=3893.8\)  MeV for BELLE and \(\sqrt{s}=3895\)  MeV for BABAR.
There are also two \(J/\Psi \pi ^+\pi ^-\)  data samples (BELLE [3]} and BABAR [4]}).
We fit from \(\sqrt{s}=3843.4\)  MeV up to \(3892.4\)  MeV for BELLE [3]} and from
\(\sqrt{s}=3847.2\)  MeV up to 3897.6 MeV for BABAR [4]}.
